{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 绘制不沿着经线和纬线的剖面图，例如\n",
    "![example](https://unidata.github.io/MetPy/latest/_images/sphx_glr_cross_section_001.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import xarray as xr\n",
    "import cartopy.crs as ccrs\n",
    "from cartopy.io.shapereader import Reader\n",
    "from cartopy.mpl.ticker import LongitudeFormatter\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "## 导入关键库metpy\n",
    "import metpy.calc as  mpcalc  ##计算天诊物理量的\n",
    "from metpy.interpolate import cross_section ####关键"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
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   },
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (longitude: 241, latitude: 241, level: 27, time: 1)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 70.0 70.25 70.5 70.75 ... 129.5 129.8 130.0\n",
       "  * latitude   (latitude) float32 60.0 59.75 59.5 59.25 ... 0.75 0.5 0.25 0.0\n",
       "  * level      (level) int32 100 125 150 175 200 225 ... 900 925 950 975 1000\n",
       "  * time       (time) datetime64[ns] 2020-04-17T12:00:00\n",
       "Data variables:\n",
       "    d          (time, level, latitude, longitude) float32 ...\n",
       "    z          (time, level, latitude, longitude) float32 ...\n",
       "    t          (time, level, latitude, longitude) float32 ...\n",
       "    u          (time, level, latitude, longitude) float32 ...\n",
       "    v          (time, level, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-ff1657f8-28d4-4035-aadd-9e7a7a6458c0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ff1657f8-28d4-4035-aadd-9e7a7a6458c0' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>longitude</span>: 241</li><li><span class='xr-has-index'>latitude</span>: 241</li><li><span class='xr-has-index'>level</span>: 27</li><li><span class='xr-has-index'>time</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6f8abc0d-127e-4401-880e-ac21b95f605b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6f8abc0d-127e-4401-880e-ac21b95f605b' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>70.0 70.25 70.5 ... 129.8 130.0</div><input id='attrs-48aa20f5-f11e-4b49-95ec-a1107ca53a86' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48aa20f5-f11e-4b49-95ec-a1107ca53a86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-165a5f09-23ac-4a53-acd3-6b6871f7b1f4' class='xr-var-data-in' type='checkbox'><label for='data-165a5f09-23ac-4a53-acd3-6b6871f7b1f4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([ 70.  ,  70.25,  70.5 , ..., 129.5 , 129.75, 130.  ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>60.0 59.75 59.5 ... 0.5 0.25 0.0</div><input id='attrs-cca62945-c52e-4535-a1c1-695b96662307' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cca62945-c52e-4535-a1c1-695b96662307' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ad295e92-09cc-4df1-b49c-d7bc1e077a6a' class='xr-var-data-in' type='checkbox'><label for='data-ad295e92-09cc-4df1-b49c-d7bc1e077a6a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([60.  , 59.75, 59.5 , ...,  0.5 ,  0.25,  0.  ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>100 125 150 175 ... 950 975 1000</div><input id='attrs-30331f17-c25a-466e-812a-7c06f859120b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30331f17-c25a-466e-812a-7c06f859120b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aea189ff-ecb3-4e35-8d12-69714adc395c' class='xr-var-data-in' type='checkbox'><label for='data-aea189ff-ecb3-4e35-8d12-69714adc395c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>millibars</dd><dt><span>long_name :</span></dt><dd>pressure_level</dd></dl></div><div class='xr-var-data'><pre>array([ 100,  125,  150,  175,  200,  225,  250,  300,  350,  400,  450,  500,\n",
       "        550,  600,  650,  700,  750,  775,  800,  825,  850,  875,  900,  925,\n",
       "        950,  975, 1000])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-04-17T12:00:00</div><input id='attrs-15585a4d-78e1-476b-b755-62385069c786' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-15585a4d-78e1-476b-b755-62385069c786' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41b0769b-49d6-4f77-8f2f-76fc0865bf03' class='xr-var-data-in' type='checkbox'><label for='data-41b0769b-49d6-4f77-8f2f-76fc0865bf03' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2020-04-17T12:00:00.000000000&#x27;], dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1e774d0f-fafc-41f9-b04e-539629ca582c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1e774d0f-fafc-41f9-b04e-539629ca582c' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>d</span></div><div class='xr-var-dims'>(time, level, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-53b2576a-9213-4380-a0f7-57616853d2e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53b2576a-9213-4380-a0f7-57616853d2e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a10536c3-9d3a-48da-85df-eba4ef7b7e50' class='xr-var-data-in' type='checkbox'><label for='data-a10536c3-9d3a-48da-85df-eba4ef7b7e50' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>s**-1</dd><dt><span>long_name :</span></dt><dd>Divergence</dd><dt><span>standard_name :</span></dt><dd>divergence_of_wind</dd></dl></div><div class='xr-var-data'><pre>[1568187 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(time, level, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cb5f483c-01ae-441e-94c7-dc59f234bafa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cb5f483c-01ae-441e-94c7-dc59f234bafa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d7eb051-92bc-42b2-8a5b-d03fd74a10e6' class='xr-var-data-in' type='checkbox'><label for='data-4d7eb051-92bc-42b2-8a5b-d03fd74a10e6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m**2 s**-2</dd><dt><span>long_name :</span></dt><dd>Geopotential</dd><dt><span>standard_name :</span></dt><dd>geopotential</dd></dl></div><div class='xr-var-data'><pre>[1568187 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>(time, level, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bd98a580-3627-45a8-bde3-4edd6a2e07c1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd98a580-3627-45a8-bde3-4edd6a2e07c1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e56db07-7eee-4b25-aa76-6beeb7ed5129' class='xr-var-data-in' type='checkbox'><label for='data-3e56db07-7eee-4b25-aa76-6beeb7ed5129' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>Temperature</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><pre>[1568187 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(time, level, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-0ba7a922-8fee-4126-a731-e1ff4386ff31' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0ba7a922-8fee-4126-a731-e1ff4386ff31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8ce038d-1d51-47f4-929b-86d98f9e87f0' class='xr-var-data-in' type='checkbox'><label for='data-a8ce038d-1d51-47f4-929b-86d98f9e87f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd></dl></div><div class='xr-var-data'><pre>[1568187 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(time, level, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-bdec7560-5742-4cd3-8dbf-74924da33e07' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bdec7560-5742-4cd3-8dbf-74924da33e07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e95e3311-4dc5-425b-982b-deb587356b69' class='xr-var-data-in' type='checkbox'><label for='data-e95e3311-4dc5-425b-982b-deb587356b69' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>V component of wind</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd></dl></div><div class='xr-var-data'><pre>[1568187 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-500759d4-3d33-4e19-ae1d-7e468450d868' class='xr-section-summary-in' type='checkbox'  checked><label for='section-500759d4-3d33-4e19-ae1d-7e468450d868' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data5/adaptor.mars.internal-1650174444.9969342-22578-5-ad9c947f-3e7f-4827-b019-06cdf9efe694.nc /cache/tmp/ad9c947f-3e7f-4827-b019-06cdf9efe694-adaptor.mars.internal-1650174440.7539372-22578-8-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 241, latitude: 241, level: 27, time: 1)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 70.0 70.25 70.5 70.75 ... 129.5 129.8 130.0\n",
       "  * latitude   (latitude) float32 60.0 59.75 59.5 59.25 ... 0.75 0.5 0.25 0.0\n",
       "  * level      (level) int32 100 125 150 175 200 225 ... 900 925 950 975 1000\n",
       "  * time       (time) datetime64[ns] 2020-04-17T12:00:00\n",
       "Data variables:\n",
       "    d          (time, level, latitude, longitude) float32 ...\n",
       "    z          (time, level, latitude, longitude) float32 ...\n",
       "    t          (time, level, latitude, longitude) float32 ...\n",
       "    u          (time, level, latitude, longitude) float32 ...\n",
       "    v          (time, level, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 读取数据\n",
    "\"\"\"\n",
    "time:2020-4-17 12:00:00\n",
    "var:[uwind,vwind,div,vor,tempreture,hgt, vertical velovity(垂直速度)]\n",
    "level: [100,200,300,500,850,925,1000]\n",
    "\"\"\"\n",
    "ds=xr.open_dataset(\"D:\\\\DATA\\\\adata\\\\2020-4-17.nc\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:562: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imin = index.get_loc(minval, method=\"nearest\")\n",
      "C:\\Users\\林子扬\\AppData\\Roaming\\Python\\Python39\\site-packages\\xarray\\core\\missing.py:563: FutureWarning: Passing method to Float64Index.get_loc is deprecated and will raise in a future version. Use index.get_indexer([item], method=...) instead.\n",
      "  imax = index.get_loc(maxval, method=\"nearest\")\n"
     ]
    },
    {
     "data": {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (level: 27, index: 100)\n",
       "Coordinates:\n",
       "  * level      (level) int32 100 125 150 175 200 225 ... 900 925 950 975 1000\n",
       "    time       datetime64[ns] 2020-04-17T12:00:00\n",
       "    metpy_crs  object Projection: latitude_longitude\n",
       "    longitude  (index) float64 118.5 118.4 118.3 118.2 ... 108.7 108.6 108.5\n",
       "    latitude   (index) float64 32.0 31.91 31.82 31.72 ... 22.8 22.7 22.6 22.5\n",
       "  * index      (index) int32 0 1 2 3 4 5 6 7 8 9 ... 91 92 93 94 95 96 97 98 99\n",
       "Data variables:\n",
       "    d          (level, index) float64 -2.646e-05 -2.477e-05 ... 1.617e-05\n",
       "    z          (level, index) float64 1.61e+05 1.61e+05 ... 936.3 935.5\n",
       "    t          (level, index) float64 208.8 208.7 208.5 ... 298.0 298.0 297.9\n",
       "    u          (level, index) float64 20.56 20.37 20.16 ... -1.055 -0.9703\n",
       "    v          (level, index) float64 -8.102 -7.789 -7.513 ... 1.928 2.232 2.522\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-33264ea3-9a4c-40e9-95cd-4768ef622891' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-33264ea3-9a4c-40e9-95cd-4768ef622891' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>level</span>: 27</li><li><span class='xr-has-index'>index</span>: 100</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b0b8b7bd-579f-4cec-8a12-4289bc0edb88' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b0b8b7bd-579f-4cec-8a12-4289bc0edb88' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>100 125 150 175 ... 950 975 1000</div><input id='attrs-f82a7075-0ac4-4110-bfca-647d3c12145e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f82a7075-0ac4-4110-bfca-647d3c12145e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bf668505-0bc5-4196-89ce-ec46358a28e7' class='xr-var-data-in' type='checkbox'><label for='data-bf668505-0bc5-4196-89ce-ec46358a28e7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>millibars</dd><dt><span>long_name :</span></dt><dd>pressure_level</dd><dt><span>_metpy_axis :</span></dt><dd>vertical</dd></dl></div><div class='xr-var-data'><pre>array([ 100,  125,  150,  175,  200,  225,  250,  300,  350,  400,  450,  500,\n",
       "        550,  600,  650,  700,  750,  775,  800,  825,  850,  875,  900,  925,\n",
       "        950,  975, 1000])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-04-17T12:00:00</div><input id='attrs-e3538143-c282-44b6-9866-0eef6c9a94be' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e3538143-c282-44b6-9866-0eef6c9a94be' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3e139d8-3f31-4e2f-8a2f-c9c33e93dc5c' class='xr-var-data-in' type='checkbox'><label for='data-d3e139d8-3f31-4e2f-8a2f-c9c33e93dc5c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>_metpy_axis :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2020-04-17T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>metpy_crs</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>Projection: latitude_longitude</div><input id='attrs-060902c3-e150-45dc-9af3-0194e72f2af0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-060902c3-e150-45dc-9af3-0194e72f2af0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b922ee71-4176-4de1-8c20-4a3d0af7b6f3' class='xr-var-data-in' type='checkbox'><label for='data-b922ee71-4176-4de1-8c20-4a3d0af7b6f3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;metpy.plots.mapping.CFProjection object at 0x0000010F9F0C4D90&gt;,\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>118.5 118.4 118.3 ... 108.6 108.5</div><input id='attrs-5d8b8234-cc0f-4ca8-92e8-4ade61101cb5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d8b8234-cc0f-4ca8-92e8-4ade61101cb5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-512fa362-88cc-4400-870e-4e8d09ea94ac' class='xr-var-data-in' type='checkbox'><label for='data-512fa362-88cc-4400-870e-4e8d09ea94ac' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>_metpy_axis :</span></dt><dd>x,longitude</dd></dl></div><div class='xr-var-data'><pre>array([118.5       , 118.3897333 , 118.27968583, 118.1698566 ,\n",
       "       118.06024464, 117.95084893, 117.84166852, 117.7327024 ,\n",
       "       117.6239496 , 117.51540914, 117.40708004, 117.29896133,\n",
       "       117.19105203, 117.08335118, 116.97585781, 116.86857095,\n",
       "       116.76148964, 116.65461291, 116.54793981, 116.44146938,\n",
       "       116.33520066, 116.2291327 , 116.12326456, 116.01759529,\n",
       "       115.91212393, 115.80684954, 115.70177119, 115.59688794,\n",
       "       115.49219884, 115.38770297, 115.28339939, 115.17928717,\n",
       "       115.07536539, 114.97163312, 114.86808944, 114.76473342,\n",
       "       114.66156416, 114.55858073, 114.45578222, 114.35316773,\n",
       "       114.25073633, 114.14848713, 114.04641923, 113.94453171,\n",
       "       113.84282369, 113.74129426, 113.63994254, 113.53876762,\n",
       "       113.43776863, 113.33694466, 113.23629485, 113.1358183 ,\n",
       "       113.03551414, 112.93538148, 112.83541946, 112.7356272 ,\n",
       "       112.63600383, 112.53654848, 112.43726029, 112.33813839,\n",
       "       112.23918192, 112.14039003, 112.04176185, 111.94329654,\n",
       "       111.84499323, 111.74685109, 111.64886926, 111.55104691,\n",
       "       111.45338318, 111.35587724, 111.25852826, 111.16133538,\n",
       "       111.0642978 , 110.96741466, 110.87068515, 110.77410844,\n",
       "       110.67768371, 110.58141013, 110.48528688, 110.38931315,\n",
       "       110.29348813, 110.197811  , 110.10228095, 110.00689717,\n",
       "       109.91165887, 109.81656523, 109.72161546, 109.62680876,\n",
       "       109.53214433, 109.43762137, 109.3432391 , 109.24899673,\n",
       "       109.15489346, 109.06092852, 108.96710112, 108.87341049,\n",
       "       108.77985583, 108.68643638, 108.59315136, 108.5       ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>32.0 31.91 31.82 ... 22.7 22.6 22.5</div><input id='attrs-3e0ee8e8-1310-4a9d-ba67-3cc1b10234fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e0ee8e8-1310-4a9d-ba67-3cc1b10234fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eb624be4-87ad-4bd0-99f8-7a51ca86c625' class='xr-var-data-in' type='checkbox'><label for='data-eb624be4-87ad-4bd0-99f8-7a51ca86c625' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>_metpy_axis :</span></dt><dd>y,latitude</dd></dl></div><div class='xr-var-data'><pre>array([32.        , 31.90803332, 31.81596982, 31.72381003, 31.63155447,\n",
       "       31.53920366, 31.44675812, 31.35421838, 31.26158494, 31.16885833,\n",
       "       31.07603905, 30.98312761, 30.89012452, 30.79703028, 30.70384539,\n",
       "       30.61057035, 30.51720567, 30.42375182, 30.33020932, 30.23657864,\n",
       "       30.14286027, 30.0490547 , 29.95516241, 29.86118389, 29.76711961,\n",
       "       29.67297004, 29.57873567, 29.48441697, 29.39001439, 29.29552843,\n",
       "       29.20095952, 29.10630815, 29.01157478, 28.91675985, 28.82186384,\n",
       "       28.72688719, 28.63183035, 28.53669379, 28.44147794, 28.34618326,\n",
       "       28.25081018, 28.15535916, 28.05983062, 27.96422502, 27.86854279,\n",
       "       27.77278436, 27.67695016, 27.58104063, 27.4850562 , 27.38899728,\n",
       "       27.29286432, 27.19665772, 27.10037792, 27.00402533, 26.90760036,\n",
       "       26.81110344, 26.71453498, 26.61789539, 26.52118508, 26.42440445,\n",
       "       26.32755393, 26.2306339 , 26.13364477, 26.03658695, 25.93946083,\n",
       "       25.84226682, 25.7450053 , 25.64767667, 25.55028133, 25.45281966,\n",
       "       25.35529205, 25.2576989 , 25.16004058, 25.06231749, 24.96453   ,\n",
       "       24.86667849, 24.76876335, 24.67078494, 24.57274366, 24.47463986,\n",
       "       24.37647394, 24.27824624, 24.17995715, 24.08160704, 23.98319626,\n",
       "       23.88472519, 23.78619419, 23.68760362, 23.58895383, 23.4902452 ,\n",
       "       23.39147807, 23.29265281, 23.19376976, 23.09482929, 22.99583174,\n",
       "       22.89677745, 22.79766679, 22.6985001 , 22.59927772, 22.5       ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>index</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 94 95 96 97 98 99</div><input id='attrs-a67abcf4-e404-454f-ad1a-df550d2e3514' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a67abcf4-e404-454f-ad1a-df550d2e3514' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9e10fbd-1ec4-4b53-974d-222101007dd1' class='xr-var-data-in' type='checkbox'><label for='data-b9e10fbd-1ec4-4b53-974d-222101007dd1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
       "       72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89,\n",
       "       90, 91, 92, 93, 94, 95, 96, 97, 98, 99])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a08bf9cf-a2d2-4ea8-858a-994b8716ca39' class='xr-section-summary-in' type='checkbox'  checked><label for='section-a08bf9cf-a2d2-4ea8-858a-994b8716ca39' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>d</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-2.646e-05 -2.477e-05 ... 1.617e-05</div><input id='attrs-04c227b6-0215-4026-80f8-1225c2f5ceac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-04c227b6-0215-4026-80f8-1225c2f5ceac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3f0a482-3bcb-47f5-a626-8b8471ecfc0f' class='xr-var-data-in' type='checkbox'><label for='data-d3f0a482-3bcb-47f5-a626-8b8471ecfc0f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>s**-1</dd><dt><span>long_name :</span></dt><dd>Divergence</dd><dt><span>standard_name :</span></dt><dd>divergence_of_wind</dd></dl></div><div class='xr-var-data'><pre>array([[-2.64602149e-05, -2.47677592e-05, -2.45206402e-05, ...,\n",
       "        -7.91492525e-06, -1.29256069e-05, -1.68228325e-05],\n",
       "       [-2.47284993e-06, -5.67660785e-06, -8.62368341e-06, ...,\n",
       "         5.57984866e-06,  1.28142093e-05,  1.82648291e-05],\n",
       "       [-6.74914190e-07, -4.25844900e-06, -7.29804017e-06, ...,\n",
       "         5.91720827e-07,  2.54753858e-06,  2.98796067e-06],\n",
       "       ...,\n",
       "       [ 2.92095729e-06,  3.13938771e-06,  6.52762924e-06, ...,\n",
       "         2.30864162e-05,  2.61257931e-05,  3.15315847e-05],\n",
       "       [ 1.71488819e-06,  2.65803434e-06,  1.01399797e-05, ...,\n",
       "        -1.21375464e-05,  1.33271720e-05,  4.54013716e-05],\n",
       "       [ 7.60005651e-06,  5.89297184e-06,  9.96018467e-06, ...,\n",
       "        -5.08654864e-06,  4.24496529e-06,  1.61653770e-05]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.61e+05 1.61e+05 ... 936.3 935.5</div><input id='attrs-fc33aaf8-6d38-4f79-91b8-32c368fe0336' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fc33aaf8-6d38-4f79-91b8-32c368fe0336' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a59dfda2-5927-480d-b642-6a54c630f06f' class='xr-var-data-in' type='checkbox'><label for='data-a59dfda2-5927-480d-b642-6a54c630f06f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m**2 s**-2</dd><dt><span>long_name :</span></dt><dd>Geopotential</dd><dt><span>standard_name :</span></dt><dd>geopotential</dd></dl></div><div class='xr-var-data'><pre>array([[161007.171875  , 161031.74569464, 161055.51520499, ...,\n",
       "        162638.28136014, 162645.09635625, 162652.65625   ],\n",
       "       [147638.53125   , 147669.38460088, 147700.24871327, ...,\n",
       "        149907.83606571, 149921.77490812, 149935.71875   ],\n",
       "       [136602.03125   , 136642.39499553, 136681.95604092, ...,\n",
       "        139263.9374143 , 139282.94240193, 139301.21875   ],\n",
       "       ...,\n",
       "       [  5609.765625  ,   5611.2704807 ,   5613.58366013, ...,\n",
       "          5335.00224868,   5335.41654392,   5335.1015625 ],\n",
       "       [  3429.9296875 ,   3431.95075369,   3433.96806292, ...,\n",
       "          3109.33382225,   3109.45277794,   3110.3203125 ],\n",
       "       [  1295.0390625 ,   1296.18066774,   1298.13436833, ...,\n",
       "           937.10002886,    936.28574032,    935.4765625 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>208.8 208.7 208.5 ... 298.0 297.9</div><input id='attrs-bec31b72-2433-480c-a640-abc9b645614c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bec31b72-2433-480c-a640-abc9b645614c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ae95644-24c7-4e4b-aa21-221650c8a9d2' class='xr-var-data-in' type='checkbox'><label for='data-7ae95644-24c7-4e4b-aa21-221650c8a9d2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>Temperature</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><pre>array([[208.80960083, 208.65375398, 208.51333645, ..., 197.42491273,\n",
       "        197.35614972, 197.27394104],\n",
       "       [209.70132446, 209.58875079, 209.47733824, ..., 201.3305207 ,\n",
       "        201.18637954, 201.06286621],\n",
       "       [211.6289978 , 211.4823965 , 211.33708054, ..., 205.91079468,\n",
       "        205.87446379, 205.84599304],\n",
       "       ...,\n",
       "       [290.08087158, 290.11454328, 290.09935647, ..., 295.03556124,\n",
       "        295.23563988, 295.45025635],\n",
       "       [291.81881714, 291.84462829, 291.8571397 , ..., 296.58244337,\n",
       "        296.54670653, 296.43307495],\n",
       "       [293.27975464, 293.28087533, 293.30141362, ..., 297.96070672,\n",
       "        297.96718498, 297.86935425]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>20.56 20.37 ... -1.055 -0.9703</div><input id='attrs-90886425-b3e3-43af-bb64-8639d6d0ea01' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-90886425-b3e3-43af-bb64-8639d6d0ea01' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c1870e1-c4cf-419b-b040-d01deaa958c4' class='xr-var-data-in' type='checkbox'><label for='data-9c1870e1-c4cf-419b-b040-d01deaa958c4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd></dl></div><div class='xr-var-data'><pre>array([[20.55778885, 20.36864167, 20.15963961, ..., 15.67251082,\n",
       "        15.79578983, 15.90855694],\n",
       "       [21.22517395, 21.43654134, 21.65306113, ..., 23.07997192,\n",
       "        23.12642718, 23.10971069],\n",
       "       [35.05789185, 35.05887064, 35.08829263, ..., 39.42116625,\n",
       "        38.97771551, 38.53622437],\n",
       "       ...,\n",
       "       [ 0.68424225,  0.50375853,  0.34502918, ..., -3.18127867,\n",
       "        -3.31424769, -3.35707283],\n",
       "       [ 0.63402367,  0.55150583,  0.42993818, ..., -2.63122501,\n",
       "        -2.48435418, -2.3289032 ],\n",
       "       [ 0.15429878, -0.07266681, -0.30530336, ..., -1.14924666,\n",
       "        -1.05460871, -0.97034454]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-8.102 -7.789 ... 2.232 2.522</div><input id='attrs-61c06919-e31f-4e93-95c7-4d7bc6cd5448' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-61c06919-e31f-4e93-95c7-4d7bc6cd5448' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15b5341e-6d4c-4343-bc0b-c9ad978e5dba' class='xr-var-data-in' type='checkbox'><label for='data-15b5341e-6d4c-4343-bc0b-c9ad978e5dba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>V component of wind</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd></dl></div><div class='xr-var-data'><pre>array([[ -8.1020298 ,  -7.78900485,  -7.51282977, ...,   1.74202089,\n",
       "          2.04806985,   2.37069893],\n",
       "       [-13.40801525, -13.45189351, -13.47726749, ...,   3.25847668,\n",
       "          3.3269794 ,   3.38112783],\n",
       "       [-13.57066917, -13.33617827, -13.09662804, ...,   6.11318909,\n",
       "          6.45477697,   6.8030324 ],\n",
       "       ...,\n",
       "       [ -4.3967123 ,  -4.50796503,  -4.53491603, ...,   8.50487644,\n",
       "          8.85123736,   9.26379681],\n",
       "       [ -2.44978762,  -2.57459269,  -2.56955707, ...,   6.23559953,\n",
       "          6.71385564,   7.27251244],\n",
       "       [  0.03808606,  -0.19367437,  -0.22804939, ...,   1.92817851,\n",
       "          2.23212264,   2.52226329]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6ea6ad1f-e6ad-410c-8a00-0a8d691407b3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6ea6ad1f-e6ad-410c-8a00-0a8d691407b3' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data5/adaptor.mars.internal-1650174444.9969342-22578-5-ad9c947f-3e7f-4827-b019-06cdf9efe694.nc /cache/tmp/ad9c947f-3e7f-4827-b019-06cdf9efe694-adaptor.mars.internal-1650174440.7539372-22578-8-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (level: 27, index: 100)\n",
       "Coordinates:\n",
       "  * level      (level) int32 100 125 150 175 200 225 ... 900 925 950 975 1000\n",
       "    time       datetime64[ns] 2020-04-17T12:00:00\n",
       "    metpy_crs  object Projection: latitude_longitude\n",
       "    longitude  (index) float64 118.5 118.4 118.3 118.2 ... 108.7 108.6 108.5\n",
       "    latitude   (index) float64 32.0 31.91 31.82 31.72 ... 22.8 22.7 22.6 22.5\n",
       "  * index      (index) int32 0 1 2 3 4 5 6 7 8 9 ... 91 92 93 94 95 96 97 98 99\n",
       "Data variables:\n",
       "    d          (level, index) float64 -2.646e-05 -2.477e-05 ... 1.617e-05\n",
       "    z          (level, index) float64 1.61e+05 1.61e+05 ... 936.3 935.5\n",
       "    t          (level, index) float64 208.8 208.7 208.5 ... 298.0 298.0 297.9\n",
       "    u          (level, index) float64 20.56 20.37 20.16 ... -1.055 -0.9703\n",
       "    v          (level, index) float64 -8.102 -7.789 -7.513 ... 1.928 2.232 2.522\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 利用 metpy 的CF解析 来准备使用的数据\n",
    "ds = ds.metpy.parse_cf().squeeze()\n",
    "#定义两个点当作起点和终点，两点确定一条直线\n",
    "start =(32,118.5)# 南京经纬坐标\n",
    "end =(22.5,108.5)# 南宁经纬坐标 粗略\n",
    "# 获取截面数据\n",
    "cross=cross_section(ds,start,end).set_coords(('latitude','longitude')) # 后面set_coords 是将lat/lon 转换为补充坐标 (里面latitude 对应dataset中的lat变量的名字)\n",
    "cross"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# 选取绘图需要的气象要素，本例选取的是位势高度，散度，正常风（u，v合成风），潜在温度（位温:θ）\n",
    "# 位势高度 hgt\n",
    "hgt=cross['z']\n",
    "# 散度 div\n",
    "div =cross['d']\n",
    "# 正常风 n_wind 注：t_wind 是切向风\n",
    "cross['t_wind'],cross['n_wind']=mpcalc.cross_section_components(cross['u'],cross['v'])\n",
    "# 潜在温度\n",
    "cross['P_t']=mpcalc.potential_temperature(cross['level'],cross['t'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false,
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (level: 27, index: 100)\n",
       "Coordinates:\n",
       "  * level      (level) int32 100 125 150 175 200 225 ... 900 925 950 975 1000\n",
       "    time       datetime64[ns] 2020-04-17T12:00:00\n",
       "    metpy_crs  object Projection: latitude_longitude\n",
       "    longitude  (index) float64 118.5 118.4 118.3 118.2 ... 108.7 108.6 108.5\n",
       "    latitude   (index) float64 32.0 31.91 31.82 31.72 ... 22.8 22.7 22.6 22.5\n",
       "  * index      (index) int32 0 1 2 3 4 5 6 7 8 9 ... 91 92 93 94 95 96 97 98 99\n",
       "Data variables:\n",
       "    d          (level, index) float64 -2.646e-05 -2.477e-05 ... 1.617e-05\n",
       "    z          (level, index) float64 1.61e+05 1.61e+05 ... 936.3 935.5\n",
       "    t          (level, index) float64 208.8 208.7 208.5 ... 298.0 298.0 297.9\n",
       "    u          (level, index) float64 20.56 20.37 20.16 ... -1.055 -0.9703\n",
       "    v          (level, index) float64 -8.102 -7.789 -7.513 ... 1.928 2.232 2.522\n",
       "    t_wind     (level, index) float64 -9.04 -9.124 -9.167 ... -0.8058 -1.069\n",
       "    n_wind     (level, index) float64 20.16 19.81 19.46 ... -2.182 -2.333 -2.482\n",
       "    P_t        (level, index) float64 &lt;Quantity([[403.14822209 402.84732894 4...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmw...</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-6112e6ac-5caa-4e12-8281-0cc2ba5d80de' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6112e6ac-5caa-4e12-8281-0cc2ba5d80de' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>level</span>: 27</li><li><span class='xr-has-index'>index</span>: 100</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-34107a58-3d81-48ff-b776-5c96d5841505' class='xr-section-summary-in' type='checkbox'  checked><label for='section-34107a58-3d81-48ff-b776-5c96d5841505' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>level</span></div><div class='xr-var-dims'>(level)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>100 125 150 175 ... 950 975 1000</div><input id='attrs-07b5b84e-95b3-47d6-8b8f-713de486f5af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-07b5b84e-95b3-47d6-8b8f-713de486f5af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7f1a26bb-0214-4920-914f-97cd89171797' class='xr-var-data-in' type='checkbox'><label for='data-7f1a26bb-0214-4920-914f-97cd89171797' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>millibars</dd><dt><span>long_name :</span></dt><dd>pressure_level</dd><dt><span>_metpy_axis :</span></dt><dd>vertical</dd></dl></div><div class='xr-var-data'><pre>array([ 100,  125,  150,  175,  200,  225,  250,  300,  350,  400,  450,  500,\n",
       "        550,  600,  650,  700,  750,  775,  800,  825,  850,  875,  900,  925,\n",
       "        950,  975, 1000])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2020-04-17T12:00:00</div><input id='attrs-78b64b78-8919-4d80-ab36-b084e93ca1b7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-78b64b78-8919-4d80-ab36-b084e93ca1b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-296ad7b4-07a8-4a0f-8f52-79dc8f189cde' class='xr-var-data-in' type='checkbox'><label for='data-296ad7b4-07a8-4a0f-8f52-79dc8f189cde' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time</dd><dt><span>_metpy_axis :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2020-04-17T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>metpy_crs</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>Projection: latitude_longitude</div><input id='attrs-4dbc4e18-5ea0-4b03-ae08-6e8bd6c7edd9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4dbc4e18-5ea0-4b03-ae08-6e8bd6c7edd9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa754693-4bea-49b6-85a3-ac72cf3dea08' class='xr-var-data-in' type='checkbox'><label for='data-fa754693-4bea-49b6-85a3-ac72cf3dea08' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array(&lt;metpy.plots.mapping.CFProjection object at 0x0000010F9F0C4D90&gt;,\n",
       "      dtype=object)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>118.5 118.4 118.3 ... 108.6 108.5</div><input id='attrs-a5293342-924c-4150-9f53-c8dd8148e03b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a5293342-924c-4150-9f53-c8dd8148e03b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de846d65-3241-40a5-a191-444d3d252c09' class='xr-var-data-in' type='checkbox'><label for='data-de846d65-3241-40a5-a191-444d3d252c09' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>_metpy_axis :</span></dt><dd>x,longitude</dd></dl></div><div class='xr-var-data'><pre>array([118.5       , 118.3897333 , 118.27968583, 118.1698566 ,\n",
       "       118.06024464, 117.95084893, 117.84166852, 117.7327024 ,\n",
       "       117.6239496 , 117.51540914, 117.40708004, 117.29896133,\n",
       "       117.19105203, 117.08335118, 116.97585781, 116.86857095,\n",
       "       116.76148964, 116.65461291, 116.54793981, 116.44146938,\n",
       "       116.33520066, 116.2291327 , 116.12326456, 116.01759529,\n",
       "       115.91212393, 115.80684954, 115.70177119, 115.59688794,\n",
       "       115.49219884, 115.38770297, 115.28339939, 115.17928717,\n",
       "       115.07536539, 114.97163312, 114.86808944, 114.76473342,\n",
       "       114.66156416, 114.55858073, 114.45578222, 114.35316773,\n",
       "       114.25073633, 114.14848713, 114.04641923, 113.94453171,\n",
       "       113.84282369, 113.74129426, 113.63994254, 113.53876762,\n",
       "       113.43776863, 113.33694466, 113.23629485, 113.1358183 ,\n",
       "       113.03551414, 112.93538148, 112.83541946, 112.7356272 ,\n",
       "       112.63600383, 112.53654848, 112.43726029, 112.33813839,\n",
       "       112.23918192, 112.14039003, 112.04176185, 111.94329654,\n",
       "       111.84499323, 111.74685109, 111.64886926, 111.55104691,\n",
       "       111.45338318, 111.35587724, 111.25852826, 111.16133538,\n",
       "       111.0642978 , 110.96741466, 110.87068515, 110.77410844,\n",
       "       110.67768371, 110.58141013, 110.48528688, 110.38931315,\n",
       "       110.29348813, 110.197811  , 110.10228095, 110.00689717,\n",
       "       109.91165887, 109.81656523, 109.72161546, 109.62680876,\n",
       "       109.53214433, 109.43762137, 109.3432391 , 109.24899673,\n",
       "       109.15489346, 109.06092852, 108.96710112, 108.87341049,\n",
       "       108.77985583, 108.68643638, 108.59315136, 108.5       ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>32.0 31.91 31.82 ... 22.7 22.6 22.5</div><input id='attrs-d2f54e9f-acbe-4cc5-8324-7681d00e98e1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2f54e9f-acbe-4cc5-8324-7681d00e98e1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0c3b60a6-f264-40e9-9582-30689ac19f90' class='xr-var-data-in' type='checkbox'><label for='data-0c3b60a6-f264-40e9-9582-30689ac19f90' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>_metpy_axis :</span></dt><dd>y,latitude</dd></dl></div><div class='xr-var-data'><pre>array([32.        , 31.90803332, 31.81596982, 31.72381003, 31.63155447,\n",
       "       31.53920366, 31.44675812, 31.35421838, 31.26158494, 31.16885833,\n",
       "       31.07603905, 30.98312761, 30.89012452, 30.79703028, 30.70384539,\n",
       "       30.61057035, 30.51720567, 30.42375182, 30.33020932, 30.23657864,\n",
       "       30.14286027, 30.0490547 , 29.95516241, 29.86118389, 29.76711961,\n",
       "       29.67297004, 29.57873567, 29.48441697, 29.39001439, 29.29552843,\n",
       "       29.20095952, 29.10630815, 29.01157478, 28.91675985, 28.82186384,\n",
       "       28.72688719, 28.63183035, 28.53669379, 28.44147794, 28.34618326,\n",
       "       28.25081018, 28.15535916, 28.05983062, 27.96422502, 27.86854279,\n",
       "       27.77278436, 27.67695016, 27.58104063, 27.4850562 , 27.38899728,\n",
       "       27.29286432, 27.19665772, 27.10037792, 27.00402533, 26.90760036,\n",
       "       26.81110344, 26.71453498, 26.61789539, 26.52118508, 26.42440445,\n",
       "       26.32755393, 26.2306339 , 26.13364477, 26.03658695, 25.93946083,\n",
       "       25.84226682, 25.7450053 , 25.64767667, 25.55028133, 25.45281966,\n",
       "       25.35529205, 25.2576989 , 25.16004058, 25.06231749, 24.96453   ,\n",
       "       24.86667849, 24.76876335, 24.67078494, 24.57274366, 24.47463986,\n",
       "       24.37647394, 24.27824624, 24.17995715, 24.08160704, 23.98319626,\n",
       "       23.88472519, 23.78619419, 23.68760362, 23.58895383, 23.4902452 ,\n",
       "       23.39147807, 23.29265281, 23.19376976, 23.09482929, 22.99583174,\n",
       "       22.89677745, 22.79766679, 22.6985001 , 22.59927772, 22.5       ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>index</span></div><div class='xr-var-dims'>(index)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 94 95 96 97 98 99</div><input id='attrs-3e1a8ee5-f771-412f-bbd3-b92e93276680' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3e1a8ee5-f771-412f-bbd3-b92e93276680' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b40d9b5-abe1-4b81-a868-ef34e791b2eb' class='xr-var-data-in' type='checkbox'><label for='data-4b40d9b5-abe1-4b81-a868-ef34e791b2eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
       "       36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53,\n",
       "       54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71,\n",
       "       72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89,\n",
       "       90, 91, 92, 93, 94, 95, 96, 97, 98, 99])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4016e75e-0894-45c0-83a1-65cb77c9ec6c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4016e75e-0894-45c0-83a1-65cb77c9ec6c' class='xr-section-summary' >Data variables: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>d</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-2.646e-05 -2.477e-05 ... 1.617e-05</div><input id='attrs-81a26394-8d79-4c48-b588-f056d440515f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-81a26394-8d79-4c48-b588-f056d440515f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7dcd80f4-01da-47ae-b2c0-d5029ed7efc4' class='xr-var-data-in' type='checkbox'><label for='data-7dcd80f4-01da-47ae-b2c0-d5029ed7efc4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>s**-1</dd><dt><span>long_name :</span></dt><dd>Divergence</dd><dt><span>standard_name :</span></dt><dd>divergence_of_wind</dd></dl></div><div class='xr-var-data'><pre>array([[-2.64602149e-05, -2.47677592e-05, -2.45206402e-05, ...,\n",
       "        -7.91492525e-06, -1.29256069e-05, -1.68228325e-05],\n",
       "       [-2.47284993e-06, -5.67660785e-06, -8.62368341e-06, ...,\n",
       "         5.57984866e-06,  1.28142093e-05,  1.82648291e-05],\n",
       "       [-6.74914190e-07, -4.25844900e-06, -7.29804017e-06, ...,\n",
       "         5.91720827e-07,  2.54753858e-06,  2.98796067e-06],\n",
       "       ...,\n",
       "       [ 2.92095729e-06,  3.13938771e-06,  6.52762924e-06, ...,\n",
       "         2.30864162e-05,  2.61257931e-05,  3.15315847e-05],\n",
       "       [ 1.71488819e-06,  2.65803434e-06,  1.01399797e-05, ...,\n",
       "        -1.21375464e-05,  1.33271720e-05,  4.54013716e-05],\n",
       "       [ 7.60005651e-06,  5.89297184e-06,  9.96018467e-06, ...,\n",
       "        -5.08654864e-06,  4.24496529e-06,  1.61653770e-05]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>z</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.61e+05 1.61e+05 ... 936.3 935.5</div><input id='attrs-c2b88cdf-ead9-4b20-88d4-80e50662a6b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2b88cdf-ead9-4b20-88d4-80e50662a6b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-801f13d2-a9c2-4ac5-89a0-f59178637db6' class='xr-var-data-in' type='checkbox'><label for='data-801f13d2-a9c2-4ac5-89a0-f59178637db6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m**2 s**-2</dd><dt><span>long_name :</span></dt><dd>Geopotential</dd><dt><span>standard_name :</span></dt><dd>geopotential</dd></dl></div><div class='xr-var-data'><pre>array([[161007.171875  , 161031.74569464, 161055.51520499, ...,\n",
       "        162638.28136014, 162645.09635625, 162652.65625   ],\n",
       "       [147638.53125   , 147669.38460088, 147700.24871327, ...,\n",
       "        149907.83606571, 149921.77490812, 149935.71875   ],\n",
       "       [136602.03125   , 136642.39499553, 136681.95604092, ...,\n",
       "        139263.9374143 , 139282.94240193, 139301.21875   ],\n",
       "       ...,\n",
       "       [  5609.765625  ,   5611.2704807 ,   5613.58366013, ...,\n",
       "          5335.00224868,   5335.41654392,   5335.1015625 ],\n",
       "       [  3429.9296875 ,   3431.95075369,   3433.96806292, ...,\n",
       "          3109.33382225,   3109.45277794,   3110.3203125 ],\n",
       "       [  1295.0390625 ,   1296.18066774,   1298.13436833, ...,\n",
       "           937.10002886,    936.28574032,    935.4765625 ]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>208.8 208.7 208.5 ... 298.0 297.9</div><input id='attrs-cd477902-4350-4821-8746-415d57f86ed2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cd477902-4350-4821-8746-415d57f86ed2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-422d9387-3f19-4ca1-8a70-6c3d11d7a0fe' class='xr-var-data-in' type='checkbox'><label for='data-422d9387-3f19-4ca1-8a70-6c3d11d7a0fe' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>Temperature</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd></dl></div><div class='xr-var-data'><pre>array([[208.80960083, 208.65375398, 208.51333645, ..., 197.42491273,\n",
       "        197.35614972, 197.27394104],\n",
       "       [209.70132446, 209.58875079, 209.47733824, ..., 201.3305207 ,\n",
       "        201.18637954, 201.06286621],\n",
       "       [211.6289978 , 211.4823965 , 211.33708054, ..., 205.91079468,\n",
       "        205.87446379, 205.84599304],\n",
       "       ...,\n",
       "       [290.08087158, 290.11454328, 290.09935647, ..., 295.03556124,\n",
       "        295.23563988, 295.45025635],\n",
       "       [291.81881714, 291.84462829, 291.8571397 , ..., 296.58244337,\n",
       "        296.54670653, 296.43307495],\n",
       "       [293.27975464, 293.28087533, 293.30141362, ..., 297.96070672,\n",
       "        297.96718498, 297.86935425]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>20.56 20.37 ... -1.055 -0.9703</div><input id='attrs-3913f239-0bd1-488c-8594-6c42a1ea7a1c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3913f239-0bd1-488c-8594-6c42a1ea7a1c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a1c6994f-3421-4e47-9456-68073bc1966c' class='xr-var-data-in' type='checkbox'><label for='data-a1c6994f-3421-4e47-9456-68073bc1966c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd></dl></div><div class='xr-var-data'><pre>array([[20.55778885, 20.36864167, 20.15963961, ..., 15.67251082,\n",
       "        15.79578983, 15.90855694],\n",
       "       [21.22517395, 21.43654134, 21.65306113, ..., 23.07997192,\n",
       "        23.12642718, 23.10971069],\n",
       "       [35.05789185, 35.05887064, 35.08829263, ..., 39.42116625,\n",
       "        38.97771551, 38.53622437],\n",
       "       ...,\n",
       "       [ 0.68424225,  0.50375853,  0.34502918, ..., -3.18127867,\n",
       "        -3.31424769, -3.35707283],\n",
       "       [ 0.63402367,  0.55150583,  0.42993818, ..., -2.63122501,\n",
       "        -2.48435418, -2.3289032 ],\n",
       "       [ 0.15429878, -0.07266681, -0.30530336, ..., -1.14924666,\n",
       "        -1.05460871, -0.97034454]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-8.102 -7.789 ... 2.232 2.522</div><input id='attrs-f7d4d825-3bd7-4ad0-b2c1-37cbbc977bdf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7d4d825-3bd7-4ad0-b2c1-37cbbc977bdf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-175b4107-51be-4e1b-b1f4-d7dc43290416' class='xr-var-data-in' type='checkbox'><label for='data-175b4107-51be-4e1b-b1f4-d7dc43290416' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>V component of wind</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd></dl></div><div class='xr-var-data'><pre>array([[ -8.1020298 ,  -7.78900485,  -7.51282977, ...,   1.74202089,\n",
       "          2.04806985,   2.37069893],\n",
       "       [-13.40801525, -13.45189351, -13.47726749, ...,   3.25847668,\n",
       "          3.3269794 ,   3.38112783],\n",
       "       [-13.57066917, -13.33617827, -13.09662804, ...,   6.11318909,\n",
       "          6.45477697,   6.8030324 ],\n",
       "       ...,\n",
       "       [ -4.3967123 ,  -4.50796503,  -4.53491603, ...,   8.50487644,\n",
       "          8.85123736,   9.26379681],\n",
       "       [ -2.44978762,  -2.57459269,  -2.56955707, ...,   6.23559953,\n",
       "          6.71385564,   7.27251244],\n",
       "       [  0.03808606,  -0.19367437,  -0.22804939, ...,   1.92817851,\n",
       "          2.23212264,   2.52226329]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t_wind</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-9.04 -9.124 ... -0.8058 -1.069</div><input id='attrs-500351a0-bf2b-47f1-a629-8df890018a84' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-500351a0-bf2b-47f1-a629-8df890018a84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a4a7db1-1ef8-42e4-bc88-250358c9c004' class='xr-var-data-in' type='checkbox'><label for='data-5a4a7db1-1ef8-42e4-bc88-250358c9c004' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[ -9.04018014,  -9.12368286,  -9.16723022, ..., -12.42647373,\n",
       "        -12.72854711, -13.03469063],\n",
       "       [ -5.80901829,  -5.92952014,  -6.06664004, ..., -18.78415454,\n",
       "        -18.86525731, -18.8911473 ],\n",
       "       [-15.58845678, -15.75304783, -15.94151745, ..., -32.46655423,\n",
       "        -32.38814304, -32.31579344],\n",
       "       ...,\n",
       "       [  2.58359401,   2.79043252,   2.92279196, ...,  -3.66900983,\n",
       "         -3.81599029,  -4.07370904],\n",
       "       [  1.25876029,   1.40500591,   1.48843125, ...,  -2.47635747,\n",
       "         -2.91566314,  -3.41729917],\n",
       "       [ -0.13697327,   0.18733452,   0.37774101, ...,  -0.52570979,\n",
       "         -0.80582805,  -1.06887944]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>n_wind</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>20.16 19.81 19.46 ... -2.333 -2.482</div><input id='attrs-e491588d-e346-4493-9bc2-b3b29e401b86' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e491588d-e346-4493-9bc2-b3b29e401b86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a926c78a-95a9-4c36-b0da-999ef8422992' class='xr-var-data-in' type='checkbox'><label for='data-a926c78a-95a9-4c36-b0da-999ef8422992' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[20.16285476, 19.80678094, 19.463185  , ...,  9.70798551,\n",
       "         9.57526266,  9.42333474],\n",
       "       [24.42413128, 24.60324236, 24.77272036, ..., 13.80066348,\n",
       "        13.78413916, 13.73372882],\n",
       "       [34.20846179, 34.04143865, 33.8906767 , ..., 23.18021324,\n",
       "        22.62597275, 22.06833325],\n",
       "       ...,\n",
       "       [ 3.62274876,  3.57617222,  3.48450796, ..., -8.30613171,\n",
       "        -8.64678314, -8.97177596],\n",
       "       [ 2.19521478,  2.22680143,  2.13823356, ..., -6.29870623,\n",
       "        -6.5381023 , -6.82900385],\n",
       "       [ 0.08060388,  0.08772688, -0.05028317, ..., -2.18226246,\n",
       "        -2.33349785, -2.48211148]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>P_t</span></div><div class='xr-var-dims'>(level, index)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>&lt;Quantity([[403.14822209 402.847...</div><input id='attrs-4498465c-c798-4020-85fd-cd5837b6fd45' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4498465c-c798-4020-85fd-cd5837b6fd45' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2cc083d9-3d17-4c4e-beef-ed8f1bfdaf95' class='xr-var-data-in' type='checkbox'><label for='data-2cc083d9-3d17-4c4e-beef-ed8f1bfdaf95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table><tbody><tr><th>Magnitude</th><td style='text-align:left;'><pre>[[403.1482220916498 402.84732893584953 402.576225120726 ...<br>  381.16783064038384 381.0350700496397 380.87634993385154]<br> [379.8629039870474 379.6589827154066 379.4571647491898 ...<br>  364.6996338725369 364.4385297575683 364.2147918639478]<br> [363.8963275500761 363.6442464223546 363.39437544978875 ...<br>  354.0638701024488 354.00139909084885 353.9524435999178]<br> ...<br> [294.3633764869066 294.39754528586417 294.38213427043416 ...<br>  299.3912129333814 299.59424536146065 299.8120302386924]<br> [293.93738834869976 293.96338689087094 293.9759891321551 ...<br>  298.7355979614745 298.69960168075914 298.58514514475763]<br> [293.2797546386719 293.28087533233145 293.3014136204265 ...<br>  297.96070672422877 297.96718497706115 297.8693542480469]]</pre></td></tr><tr><th>Units</th><td style='text-align:left;'>kelvin</td></tr></tbody></table></div></li></ul></div></li><li class='xr-section-item'><input id='section-d1128687-ae1f-464c-9754-412e68e4095e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d1128687-ae1f-464c-9754-412e68e4095e' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmwf/mars-client/bin/grib_to_netcdf -S param -o /cache/data5/adaptor.mars.internal-1650174444.9969342-22578-5-ad9c947f-3e7f-4827-b019-06cdf9efe694.nc /cache/tmp/ad9c947f-3e7f-4827-b019-06cdf9efe694-adaptor.mars.internal-1650174440.7539372-22578-8-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (level: 27, index: 100)\n",
       "Coordinates:\n",
       "  * level      (level) int32 100 125 150 175 200 225 ... 900 925 950 975 1000\n",
       "    time       datetime64[ns] 2020-04-17T12:00:00\n",
       "    metpy_crs  object Projection: latitude_longitude\n",
       "    longitude  (index) float64 118.5 118.4 118.3 118.2 ... 108.7 108.6 108.5\n",
       "    latitude   (index) float64 32.0 31.91 31.82 31.72 ... 22.8 22.7 22.6 22.5\n",
       "  * index      (index) int32 0 1 2 3 4 5 6 7 8 9 ... 91 92 93 94 95 96 97 98 99\n",
       "Data variables:\n",
       "    d          (level, index) float64 -2.646e-05 -2.477e-05 ... 1.617e-05\n",
       "    z          (level, index) float64 1.61e+05 1.61e+05 ... 936.3 935.5\n",
       "    t          (level, index) float64 208.8 208.7 208.5 ... 298.0 298.0 297.9\n",
       "    u          (level, index) float64 20.56 20.37 20.16 ... -1.055 -0.9703\n",
       "    v          (level, index) float64 -8.102 -7.789 -7.513 ... 1.928 2.232 2.522\n",
       "    t_wind     (level, index) float64 -9.04 -9.124 -9.167 ... -0.8058 -1.069\n",
       "    n_wind     (level, index) float64 20.16 19.81 19.46 ... -2.182 -2.333 -2.482\n",
       "    P_t        (level, index) float64 <Quantity([[403.14822209 402.84732894 4...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2022-04-17 05:47:25 GMT by grib_to_netcdf-2.24.3: /opt/ecmw..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cross"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "plt.rcParams['font.sans-serif'] = ['SimHei']  ###防止无法显示中文并设置黑体\n",
    "plt.rcParams['axes.unicode_minus'] = False  ###用来正常显示负号"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\Temp\\ipykernel_34292\\1699892978.py:20: UserWarning: FixedFormatter should only be used together with FixedLocator\n",
      "  ax.set_yticklabels(np.arange(1000,99,-100))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x648 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## 绘图部分\n",
    "fig=plt.figure(figsize=(16,9))\n",
    "ax=fig.subplots(1,1)\n",
    "\n",
    "# 位势高度\n",
    "denghgtlines=ax.contour(cross['longitude'],cross['level'],hgt,colors='k',linestyles='--')\n",
    "plt.clabel(denghgtlines,inline=True,fontsize=8,fmt='%.0f')\n",
    "# 散度\n",
    "colorbar= ax.contourf(cross['longitude'],cross['level'],div*10**5,levels=np.linspace(div.data.min()*10**5,div.data.max()*10**5,25),cmap='bwr')\n",
    "plt.colorbar(colorbar,extendrect='True',pad=0.01,fraction=0.04, shrink=1)\n",
    "# 位温\n",
    "denglines=ax.contour(cross['longitude'],cross['level'],cross['P_t'],levels=np.linspace(cross['P_t'].data.min(),cross['P_t'].data.max(),15),colors='g',linestyles='-')\n",
    "plt.clabel(denglines,inline=True,fontsize=8,fmt='%.0f')\n",
    "# 风羽图\n",
    "ax.barbs(cross['longitude'][::4],cross['level'][::2],cross['t_wind'][::2,::4],cross['n_wind'][::2,::4],pivot='middle',length=6,barb_increments=dict(half=2,full=4,flag=20),color='k')\n",
    "\n",
    "# 设置y轴以对数显示\n",
    "ax.invert_yaxis()\n",
    "ax.set_yscale('symlog')\n",
    "ax.set_yticklabels(np.arange(1000,99,-100))\n",
    "ax.set_yticks(np.arange(1000,99,-100))\n",
    "ax.set_ylim(1000,100)\n",
    "# # 暴力显示\n",
    "# ax.set_yticks([1000,925,850,500,300,200,100],['1000','925','850','500','300','200','100'])\n",
    "ax.set_ylabel('hPa')\n",
    "# 设置x轴\n",
    "ax.set_xticks(np.arange(108.5,119,1))\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.set_xlabel('lon')\n",
    "\n",
    "fig.suptitle('南京-南宁剖面图')\n",
    "fig.savefig('../南京-南宁剖面图.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\Temp\\ipykernel_34292\\2887888344.py:21: UserWarning: FixedFormatter should only be used together with FixedLocator\n",
      "  ax.set_yticklabels(np.arange(1000,50,-100))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x648 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 可以绘制一个子图来显示是那里到那里的剖面图，就像开头那样的剖面图一样\n",
    "## 绘图部分\n",
    "fig=plt.figure(figsize=(16,9))\n",
    "ax=fig.subplots(1,1)\n",
    "\n",
    "# 位势高度\n",
    "denghgtlines=ax.contour(cross['longitude'],cross['level'],hgt,colors='k',linestyles='--')\n",
    "plt.clabel(denghgtlines,inline=True,fontsize=8,fmt='%.0f')\n",
    "# 散度\n",
    "colorbar= ax.contourf(cross['longitude'],cross['level'],div*10**5,levels=np.linspace(div.data.min()*10**5,div.data.max()*10**5,25),cmap='bwr')\n",
    "plt.colorbar(colorbar,extendrect='True',pad=0.01,fraction=0.04, shrink=1)\n",
    "# 位温\n",
    "denglines=ax.contour(cross['longitude'],cross['level'],cross['P_t'],levels=np.linspace(cross['P_t'].data.min(),cross['P_t'].data.max(),15),colors='g',linestyles='-')\n",
    "plt.clabel(denglines,inline=True,fontsize=8,fmt='%.0f')\n",
    "# 风羽图\n",
    "ax.barbs(cross['longitude'][::4],cross['level'][::2],cross['t_wind'][::2,::4],cross['n_wind'][::2,::4],pivot='middle',length=6,barb_increments=dict(half=2,full=4,flag=20),color='k')\n",
    "\n",
    "# 设置y轴以对数显示\n",
    "ax.invert_yaxis()\n",
    "ax.set_yscale('symlog')\n",
    "ax.set_yticklabels(np.arange(1000,50,-100))\n",
    "ax.set_yticks(np.arange(1000,50,-100))\n",
    "ax.set_ylim(1000,100)\n",
    "# # 暴力显示\n",
    "# ax.set_yticks([1000,925,850,500,300,200,100],['1000','925','850','500','300','200','100'])\n",
    "ax.set_ylabel('hPa')\n",
    "# 设置x轴\n",
    "ax.set_xticks(np.arange(108.5,119,1))\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.set_xlabel('lon')\n",
    "\n",
    "## 地理子图\n",
    "proj = ccrs.PlateCarree(central_longitude=113)\n",
    "ax1=fig.add_axes([-0.05,0.62,0.5,0.25],projection=proj)\n",
    "ax1.coastlines('50m')\n",
    "ax1.add_geometries(Reader('D:\\\\maplist\\\\China_province\\\\bou2_4l.shp').geometries(), ccrs.PlateCarree(),\n",
    "                      facecolor='none', edgecolor='gray', linewidth=0.8)  ###添加省界\n",
    "ax1.set_extent([70,130,0,60],ccrs.PlateCarree())\n",
    "# 绘制500hPa等高线图\n",
    "ax1.contour(ds['longitude'],ds['latitude'],ds['z'].loc[500,:,:],levels=np.arange(ds['z'].data.min(),ds['z'].data.max(),400),colors='b', linestyles='-', transform=ccrs.PlateCarree())\n",
    "\n",
    "# 绘制南京和南宁的点,及其中间的连线\n",
    "ax1.scatter(118.5,32,color='r',transform=ccrs.PlateCarree())\n",
    "ax1.scatter(108.5,22.5,color='r',transform=ccrs.PlateCarree())\n",
    "ax1.plot(cross['longitude'],cross['latitude'],color='g',transform=ccrs.PlateCarree())\n",
    "\n",
    "fig.suptitle('南京-南宁剖面图带子图')\n",
    "fig.savefig('../南京-南宁剖面图子图.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}
